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# Calculate Cut Angle

Calculator for the angles that arise when an angle is cut. The angular sum in a triangle is 180 degrees and the angle of a straight line is also 180 degrees. From this, the new angles created when cutting off can be calculated. At a vertically cut angle, the section is perpendicular to the bisecting line, while in the case of the obliquely cut angle, it is not.

## Vertically Cut Angle

At the vertically cut angle, the formulas are:
β = ( 180° - α ) / 2
γ = 180° - β

 α: ° β: ° γ: °

Please enter one angle, the other two will be calculated. α must be between 0 and 180 degrees, β between 0 and 90 degrees and γ between 90 and 180 degrees.

## Obliquely Cut Angle

If the cut is in an angle δ, the four new angles are calculated from β and γ of the vertically cut angle:
β1 = β - (90° - δ)
β2 = β + (90° - δ)
γ1 = γ + (90° - δ)
γ2 = γ - (90° - δ)

 α: ° δ: ° β1: ° β2: ° γ1: ° γ2: °

Please enter α and δ, the other angles will be calculated. α must be between 0 and 180 degrees, δ between α/2 and 180°-α/2. If δ is 90 degrees, then it is the vertically cut angle.

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